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two-dimensional S-method

Two-dimensional S-matrices from unitarity cuts

Two-dimensional S-matrices from unitarity cuts

... perturbative S-matrix is known beyond the leading order [8, 9] only in the kinematic truncation known as near-flat-space limit ...unitarity method, we need to compare our one-loop result to the ...

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Finite element method for two-dimensional elasticity problem

Finite element method for two-dimensional elasticity problem

... Historically, Kevin and his friends such as Lame, Boussinesq, Cerruti and others are one of the first experimentally observed about the theory of elasticity. They mentioned that the rigorous to some boundary value ...

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A discontinuous Galerkin method for poroelastic wave propagation: the two-dimensional case

A discontinuous Galerkin method for poroelastic wave propagation: the two-dimensional case

... In this paper, we consider a high-order discontinuous Galerkin (DG) method for modelling wave propagation in coupled poroelastic-elastic media. The upwind numerical flux is derived as an exact solution for the ...

62

Group method analysis of two dimensional plate in heat flux

Group method analysis of two dimensional plate in heat flux

... 1. Introduction. The Laplace’s equation arises in many branches of physics, from which it attracts a wide band of researchers. Electrostatic potential, tem- perature in the case of steady state heat conduction, velocity ...

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A Crank–Nicolson collocation spectral method for the two dimensional telegraph equations

A Crank–Nicolson collocation spectral method for the two dimensional telegraph equations

... element method (FEM), the finite volume element method (FVEM), and the spectral method are regarded to be four most popular methods, but the accuracy of the spectral method is highest in the ...

17

Method of Visualization of Two-Dimensional Histogram Set of a Color Image

Method of Visualization of Two-Dimensional Histogram Set of a Color Image

... Consider a tiled line approximating a continuous line on a plane given by the equation Y= a × X + b, where X is the horizontal and Y is the vertical axes of the image, a is the slope, b is the intercept. The tiled line ...

5

Approximation solution of two-dimensional linear stochastic Volterra-Fredholm integral equation via two-dimensional Block-pulse ‎functions

Approximation solution of two-dimensional linear stochastic Volterra-Fredholm integral equation via two-dimensional Block-pulse ‎functions

... The solutions mean (¯ g(x, y)) with %95 confidence interval (L, U ) at the points that as for condition s ⩽ x < t ⩽ y are selected for the present method for 500 iterative of system 3.19 is shown in ...

8

The effect of heat transfer on separation of laminar compressible boundary layers

The effect of heat transfer on separation of laminar compressible boundary layers

... Tani I S integral method is extended to t reat laminar two-dimensional compressible boundary layers with heat transfer and arbitrary pressure gradient for both attache[r] ...

52

Bending and Vibrations of a Thick Plate with Consideration of Bimoments

Bending and Vibrations of a Thick Plate with Consideration of Bimoments

... the method of superposition the problem is reduced to a quasi-regular infinite system of linear ...analytical method of solution of spatial problem of bending of orthotropic elastic plates subjected to ...

10

Method of fundamental solutions for a Cauchy problem of the Laplace equation in a half-plane

Method of fundamental solutions for a Cauchy problem of the Laplace equation in a half-plane

... meshless method based on the MFS for the three-dimensional inverse heat conduction ...the method of approximate particular solutions to simulate a tumor in ...give two iterative methods for a ...

14

An Optimized Numerical Method for Solving the Two-Dimensional Impedance Equation

An Optimized Numerical Method for Solving the Two-Dimensional Impedance Equation

... On the other hand, the Table II contains the results of fixing the total number of radii at S = 1000, and the number of points per radius at K = 200. The Table displays an unexpected behaviour, since the absolute ...

6

Efficient method of two dimensional DOA estimation for coherent signals

Efficient method of two dimensional DOA estimation for coherent signals

... decoherence method called the fourth-order cumulants-based improved Toeplitz matrices reconstruction (FOC-ITMR) is addressed for two-dimensional (2-D) direction-of-arrival (DOA) estimation of ...

10

Projection of compact fractal sets: application to diffusion-limited and cluster-cluster aggregates

Projection of compact fractal sets: application to diffusion-limited and cluster-cluster aggregates

... different perimeter-based fractal dimension d P in R 2 . For this test, we have constructed 10 DLA aggregates and 10 CCA aggregates of 1000 seeds according to the al- gorithms described in Vicsek (1992) and Meakin (1998) ...

5

A development in the finite volume method for the crack growth analysis without global remeshing

A development in the finite volume method for the crack growth analysis without global remeshing

... present method, the displacement in each point of domain is approximated using MLS interpolation over the cell centers located in the support domain of desired ...this method for the analysis of fracture ...

11

A meshless method for solving a two-dimensional transient inverse geometric problem

A meshless method for solving a two-dimensional transient inverse geometric problem

... powerful method for solving inverse geometric problems concerned with the reconstruction of simple smooth internal boundaries, such as a ...The method provides a simpler alternative from using ...

35

Application of the Galerkin method to problems in two dimensional compressible fluid flow

Application of the Galerkin method to problems in two dimensional compressible fluid flow

... later extended to the circulatory flow case by Lighthill Lighthill 1948 and by Cherry Cherry 1949a2 A different, more general form of the theory was glven by Lighthill Lighthill 1947b ,i[r] ...

143

Application of a variational method to the calculation of two dimensional and axisymmetric flow fields

Application of a variational method to the calculation of two dimensional and axisymmetric flow fields

... Another application of the variational integrals was found by Shiffman 1952, who used them as the basis of his proof of the existence and uniqueness of the solution for plane subsonic fl[r] ...

155

Application of smoothed particle hydrodynamics method in two-dimensional heat equation

Application of smoothed particle hydrodynamics method in two-dimensional heat equation

... SPH method had been applied in the acoustic modeling of ...into two main areas that are DSP algorithms and sound tracing ...(CFD) method that has recently gained interest as a method for ...

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ESCOLA UNIVERSITÁRIA VASCO DA GAMA MESTRADO INTEGRADO EM MEDICINA VETERINÁRIA

ESCOLA UNIVERSITÁRIA VASCO DA GAMA MESTRADO INTEGRADO EM MEDICINA VETERINÁRIA

... has two components : the vector component parallel to the main field returns to equilibrium by interacting with surrounding molecules which is a relatively slow process and is known as T1 relaxation ...

33

Polariton condensation in S  and P flatbands in a two dimensional Lieb lattice

Polariton condensation in S and P flatbands in a two dimensional Lieb lattice

... The S- flatband mode is found in exact analogy to localized flatband modes in photonic crystals 14,15 ...the S-band have slightly elliptical shapes ...

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